{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "18bbeb45",
   "metadata": {},
   "source": [
    "# Tensorflow工程师职场实战技第9课书面作业\n",
    "\n",
    "学号：114764\n",
    "\n",
    "**作业内容：**  \n",
    "结业作业\n",
    "\n",
    "根据自己的实际业务需求，使用tensorflow完成一个项目。\n",
    "\n",
    "过程与结果截图上传。"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e8d8fbaf",
   "metadata": {},
   "source": [
    "## 1 概述"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4ffb3d6f",
   "metadata": {},
   "source": [
    "我打算实现一个**用超分辨率模型来实现图像分辨率放大的业务**。参考的论文是：https://arxiv.org/pdf/1609.05158.pdf 。"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fd958519",
   "metadata": {},
   "source": [
    "论文名“Real-Time Single Image and Video Super-Resolution Using an Efficient Sub-Pixel Convolutional Neural Network”，下面简单讲一下他的主要思路与结构：  \n",
    "* 超分辨率技术的一个假设就是：图像中的高频数据是有冗余的，可以从低频数据分量中重建。\n",
    "* 在这篇论文中，提出一种新的CNN网络架构——ESPCN (Efficient Sub-Pixel CNN)，其中特征映射在LR空间中提取。此外，还引入了一种高效的亚像素卷积算法层，该层学习一组向上缩放的过滤器最终将LR层数据映射到HR空间中。  \n",
    "* 在ESPCN中，特征提取发生在LR层，LR层映射到HR层只发生在最后一层。由于降低了输入分辨率，我们可以有效地使用较小的过滤器。分辨率和滤波器尺寸的减小降低了计算及内存开销，提升了效率。  \n",
    "* 对于具有L层的网络，通过针对$n_{L-1}$个特征图学习$n_{L−1}$个放大过滤器，而不是对输入图片用一个放大过滤器。这里网络将采用隐式学习SR所需的处理，而不是用一个简单的显示的插值滤波器。因此，该网络能够更好地学习并重建图像精度。"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d2fb93c8",
   "metadata": {},
   "source": [
    "![tensor09-1111](https://gitee.com/dotzhen/cloud-notes/raw/master/tensor09-1111.jpg)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "aaf45910",
   "metadata": {},
   "source": [
    "上图是ESPCN的模型架构图，可以看出：  \n",
    "* 除最后一层，前面的层都是在做特征提取，即卷积操作。卷积后与卷积前的尺寸是一样的（这里假设尺寸为$W\\times H$）。  \n",
    "* 在在最后一层时，特征通道数为$r^2$，而$W\\times H \\times r^2= rW \\times rH$，这个对原始图片($W\\times H$)放大$r$倍是对应的。具体最后像素的映射如上图中所示。"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "37575401",
   "metadata": {},
   "source": [
    "## 2 基础层"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "22fdcc31",
   "metadata": {},
   "source": [
    "我参考了论文中的提到的数据集：  \n",
    "*“The Berkeley segmentation dataset [26] BSD300 and BSD500 which provides 100 and 200 images for testing and the super texture dataset [5] which provides 136 texture images. ”*  \n",
    "我在这里选用了BSD500数据集。  \n",
    "* 标签（label）：就是BSD500数据集的原图片。\n",
    "* 输入数据：就是BSD500数据集的原图片缩小3倍后的图片，用的插值方法是Bicubic。"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "11e0a34b",
   "metadata": {},
   "source": [
    "## 3 技术层"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e4dfdc32",
   "metadata": {},
   "source": [
    "用的模型参考了论文中的实现：  \n",
    "*“For the ESPCN, we set l = 3, (f1; n1) = (5; 64),(f2; n2) = (3; 32) and f3 = 3 in our evaluations...We choose tanh\n",
    "instead of relu as the activation function for the final model motivated by our experimental results”*  \n",
    "但相比论文，我们增加了一层，有如下变化：\n",
    "1. 相当l=4,(f1; n1) = (5; 64),(f2; n2) = (3; 64), (f3; n3) = (3; 32) and f4 = 3\n",
    "2. 最后一层激活函数还是用relu而不是tanh\n",
    "\n",
    "```python\n",
    "def get_model(upscale_factor=3, channels=1):\n",
    "    conv_args = {\n",
    "        \"activation\": \"relu\",\n",
    "        \"kernel_initializer\": \"Orthogonal\",\n",
    "        \"padding\": \"same\",\n",
    "    }\n",
    "    inputs = keras.Input(shape=(None, None, channels))\n",
    "    x = layers.Conv2D(64, 5, **conv_args)(inputs)\n",
    "    x = layers.Conv2D(64, 3, **conv_args)(x)\n",
    "    x = layers.Conv2D(32, 3, **conv_args)(x)\n",
    "    x = layers.Conv2D(channels * (upscale_factor ** 2), 3, **conv_args)(x)\n",
    "    outputs = tf.nn.depth_to_space(x, upscale_factor)\n",
    "\n",
    "    return keras.Model(inputs, outputs)\n",
    "```"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7e70545d",
   "metadata": {},
   "source": [
    "## 4 应用层"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4a6c2ab0",
   "metadata": {},
   "source": [
    "我们这里设计的业务如下：  \n",
    "1. 用**ESPCN**模型训练一个神经网络模型，其中$r=3$。  \n",
    "2. 构造一个应用程序，可以对**指定图片**指定**放大率**进行超分处理。指定放大率可以接受1~3之间的浮点数。  \n",
    "3. 应用程序内部加载第1步中训练好的模型，将指定图片输入模型，得到放大3倍的图片，如果用户指定的放大率就是3倍，则前面的输出就是期望的输出，否则，我们将放大3倍后的图片再缩小到用户指定的放大率上。应用程序将放大后的图片保存，完成输出。"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9209fa0e",
   "metadata": {},
   "source": [
    "## 5 效果"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "40dadbf9",
   "metadata": {},
   "outputs": [],
   "source": [
    "import apply as app\n",
    "from IPython.display import display,Image"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "797a8fb7",
   "metadata": {},
   "outputs": [
    {
     "data": {
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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "img = Image('girl.jpg')\n",
    "img"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "bad8aad7",
   "metadata": {},
   "outputs": [],
   "source": [
    "app.apply('girl.jpg', 'output2.jpg', scale= 2.5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "c3d9c3e4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/jpeg": 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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "outimg = Image('output2.jpg')\n",
    "outimg"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0c72c904",
   "metadata": {},
   "source": [
    "## 附：代码"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d0e7542d",
   "metadata": {},
   "source": [
    "### dataset.py"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "f02a410b",
   "metadata": {},
   "outputs": [],
   "source": [
    "\"\"\"\n",
    "## Setup\n",
    "\"\"\"\n",
    "import os\n",
    "import tensorflow as tf\n",
    "from tensorflow import keras\n",
    "from tensorflow.keras.preprocessing import image_dataset_from_directory\n",
    "\n",
    "\"\"\"\n",
    "We rescale the images to take values in the range [0, 1].\n",
    "\"\"\"\n",
    "\n",
    "\n",
    "def scaling(input_image):\n",
    "    input_image = input_image / 255.0\n",
    "    return input_image\n",
    "\n",
    "\n",
    "\"\"\"\n",
    "## Crop and resize images\n",
    "Let's process image data.\n",
    "First, we convert our images from the RGB color space to the\n",
    "[YUV colour space](https://en.wikipedia.org/wiki/YUV).\n",
    "For the input data (low-resolution images),\n",
    "we crop the image, retrieve the `y` channel (luninance),\n",
    "and resize it with the `area` method (use `BICUBIC` if you use PIL).\n",
    "We only consider the luminance channel\n",
    "in the YUV color space because humans are more sensitive to\n",
    "luminance change.\n",
    "For the target data (high-resolution images), we just crop the image\n",
    "and retrieve the `y` channel.\n",
    "\"\"\"\n",
    "\n",
    "\n",
    "# Use TF Ops to process.\n",
    "def process_input(input, input_size, upscale_factor):\n",
    "    input = tf.image.rgb_to_yuv(input)\n",
    "    last_dimension_axis = len(input.shape) - 1\n",
    "    y, u, v = tf.split(input, 3, axis=last_dimension_axis)\n",
    "    return tf.image.resize(y, [input_size, input_size], method=\"area\")\n",
    "\n",
    "\n",
    "def process_target(input):\n",
    "    input = tf.image.rgb_to_yuv(input)\n",
    "    last_dimension_axis = len(input.shape) - 1\n",
    "    y, u, v = tf.split(input, 3, axis=last_dimension_axis)\n",
    "    return y\n",
    "\n",
    "\n",
    "def get_datasets(crop_size=300, upscale_factor=3, batch_size=8):\n",
    "    \"\"\"\n",
    "    ## Load data: BSDS500 dataset\n",
    "    ### Download dataset\n",
    "    We use the built-in `keras.utils.get_file` utility to retrieve the dataset.\n",
    "    \"\"\"\n",
    "\n",
    "    dataset_url = \"http://www.eecs.berkeley.edu/Research/Projects/CS/vision/grouping/BSR/BSR_bsds500.tgz\"\n",
    "    data_dir = keras.utils.get_file(origin=dataset_url, fname=\"BSR\", untar=True)\n",
    "    root_dir = os.path.join(data_dir, \"BSDS500/data\")\n",
    "\n",
    "    \"\"\"\n",
    "    We create training and validation datasets via `image_dataset_from_directory`.\n",
    "    \"\"\"\n",
    "\n",
    "    input_size = crop_size // upscale_factor\n",
    "\n",
    "    train_ds = image_dataset_from_directory(\n",
    "        root_dir,\n",
    "        batch_size=batch_size,\n",
    "        image_size=(crop_size, crop_size),\n",
    "        validation_split=0.2,\n",
    "        subset=\"training\",\n",
    "        seed=1337,\n",
    "        label_mode=None,\n",
    "    )\n",
    "\n",
    "    valid_ds = image_dataset_from_directory(\n",
    "        root_dir,\n",
    "        batch_size=batch_size,\n",
    "        image_size=(crop_size, crop_size),\n",
    "        validation_split=0.2,\n",
    "        subset=\"validation\",\n",
    "        seed=1337,\n",
    "        label_mode=None,\n",
    "    )\n",
    "\n",
    "    # Scale from (0, 255) to (0, 1)\n",
    "    train_ds = train_ds.map(scaling)\n",
    "    valid_ds = valid_ds.map(scaling)\n",
    "\n",
    "    train_ds = train_ds.map(\n",
    "        lambda x: (process_input(x, input_size, upscale_factor), process_target(x))\n",
    "    )\n",
    "    train_ds = train_ds.prefetch(buffer_size=32)\n",
    "\n",
    "    valid_ds = valid_ds.map(\n",
    "        lambda x: (process_input(x, input_size, upscale_factor), process_target(x))\n",
    "    )\n",
    "    valid_ds = valid_ds.prefetch(buffer_size=32)\n",
    "\n",
    "    return train_ds, valid_ds\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bb7e0d12",
   "metadata": {},
   "source": [
    "### model.py"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "28461c30",
   "metadata": {},
   "outputs": [],
   "source": [
    "import tensorflow as tf\n",
    "from tensorflow import keras\n",
    "from tensorflow.keras import layers\n",
    "\n",
    "\"\"\"\n",
    "## Build a model\n",
    "Compared to the paper, we add one more layer and we use the `relu` activation function\n",
    "instead of `tanh`.\n",
    "It achieves better performance even though we train the model for fewer epochs.\n",
    "\"\"\"\n",
    "\n",
    "\n",
    "def get_model(upscale_factor=3, channels=1):\n",
    "    conv_args = {\n",
    "        \"activation\": \"relu\",\n",
    "        \"kernel_initializer\": \"Orthogonal\",\n",
    "        \"padding\": \"same\",\n",
    "    }\n",
    "    inputs = keras.Input(shape=(None, None, channels))\n",
    "    x = layers.Conv2D(64, 5, **conv_args)(inputs)\n",
    "    x = layers.Conv2D(64, 3, **conv_args)(x)\n",
    "    x = layers.Conv2D(32, 3, **conv_args)(x)\n",
    "    x = layers.Conv2D(channels * (upscale_factor ** 2), 3, **conv_args)(x)\n",
    "    outputs = tf.nn.depth_to_space(x, upscale_factor)\n",
    "\n",
    "    return keras.Model(inputs, outputs)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6fa9296d",
   "metadata": {},
   "source": [
    "### train.py"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "a35fbd69",
   "metadata": {},
   "outputs": [],
   "source": [
    "import math\n",
    "import numpy as np\n",
    "from tensorflow import keras\n",
    "import model\n",
    "import dataset\n",
    "\n",
    "# 全局参数定义\n",
    "crop_size = 300\n",
    "upscale_factor = 3\n",
    "input_size = crop_size // upscale_factor\n",
    "batch_size = 8\n",
    "\n",
    "# 获取数据BSD5000数据集\n",
    "train_ds, valid_ds = dataset.get_datasets(crop_size=crop_size, upscale_factor=upscale_factor, batch_size=batch_size)\n",
    "\n",
    "# 构建模型\n",
    "\n",
    "\"\"\"\n",
    "## Define callbacks to monitor training\n",
    "The `ESPCNCallback` object will compute and display\n",
    "the [PSNR](https://en.wikipedia.org/wiki/Peak_signal-to-noise_ratio) metric.\n",
    "This is the main metric we use to evaluate super-resolution performance.\n",
    "\"\"\"\n",
    "\n",
    "\n",
    "class ESPCNCallback(keras.callbacks.Callback):\n",
    "    def __init__(self):\n",
    "        super(ESPCNCallback, self).__init__()\n",
    "        # self.test_img = get_lowres_image(load_img(test_img_paths[0]), upscale_factor)\n",
    "\n",
    "    # Store PSNR value in each epoch.\n",
    "    def on_epoch_begin(self, epoch, logs=None):\n",
    "        self.psnr = []\n",
    "\n",
    "    def on_epoch_end(self, epoch, logs=None):\n",
    "        print(\"Mean PSNR for epoch: %.2f\" % (np.mean(self.psnr)))\n",
    "        # if epoch % 20 == 0:\n",
    "        #     prediction = upscale_image(self.model, self.test_img)\n",
    "        #     plot_results(prediction, \"epoch-\" + str(epoch), \"prediction\")\n",
    "\n",
    "    def on_test_batch_end(self, batch, logs=None):\n",
    "        self.psnr.append(10 * math.log10(1 / logs[\"loss\"]))\n",
    "\n",
    "\n",
    "early_stopping_callback = keras.callbacks.EarlyStopping(monitor=\"loss\", patience=10)\n",
    "checkpoint_filepath = \"tmp/checkpoint\"\n",
    "\n",
    "model_checkpoint_callback = keras.callbacks.ModelCheckpoint(\n",
    "    filepath=checkpoint_filepath,\n",
    "    save_weights_only=True,\n",
    "    monitor=\"loss\",\n",
    "    mode=\"min\",\n",
    "    save_best_only=True,\n",
    ")\n",
    "\n",
    "model = model.get_model(upscale_factor=upscale_factor, channels=1)\n",
    "model.summary()\n",
    "\n",
    "callbacks = [ESPCNCallback(), early_stopping_callback, model_checkpoint_callback]\n",
    "loss_fn = keras.losses.MeanSquaredError()\n",
    "optimizer = keras.optimizers.Adam(learning_rate=0.001)\n",
    "\n",
    "\"\"\"\n",
    "## Train the model\n",
    "\"\"\"\n",
    "\n",
    "epochs = 100\n",
    "\n",
    "model.compile(optimizer=optimizer, loss=loss_fn)\n",
    "\n",
    "model.fit(train_ds, epochs=epochs, callbacks=callbacks, validation_data=valid_ds, verbose=2)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "95044c13",
   "metadata": {},
   "source": [
    "### apply.py"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "9249127c",
   "metadata": {},
   "outputs": [],
   "source": [
    "import os\n",
    "\n",
    "os.environ[\"CUDA_VISIBLE_DEVICES\"] = \"-1\"\n",
    "\n",
    "import tensorflow as tf\n",
    "import model as M\n",
    "import argparse\n",
    "import PIL\n",
    "import numpy as np\n",
    "from tensorflow.keras.preprocessing.image import load_img\n",
    "from tensorflow.keras.preprocessing.image import array_to_img\n",
    "from tensorflow.keras.preprocessing.image import img_to_array\n",
    "\n",
    "\n",
    "def upscale_image(model, img):\n",
    "    \"\"\"Predict the result based on input image and restore the image as RGB.\"\"\"\n",
    "    ycbcr = img.convert(\"YCbCr\")\n",
    "    y, cb, cr = ycbcr.split()\n",
    "    y = img_to_array(y)\n",
    "    y = y.astype(\"float32\") / 255.0\n",
    "\n",
    "    input = np.expand_dims(y, axis=0)\n",
    "    out = model.predict(input)\n",
    "\n",
    "    out_img_y = out[0]\n",
    "    out_img_y *= 255.0\n",
    "\n",
    "    # Restore the image in RGB color space.\n",
    "    out_img_y = out_img_y.clip(0, 255)\n",
    "    out_img_y = out_img_y.reshape((np.shape(out_img_y)[0], np.shape(out_img_y)[1]))\n",
    "    out_img_y = PIL.Image.fromarray(np.uint8(out_img_y), mode=\"L\")\n",
    "    out_img_cb = cb.resize(out_img_y.size, PIL.Image.BICUBIC)\n",
    "    out_img_cr = cr.resize(out_img_y.size, PIL.Image.BICUBIC)\n",
    "    out_img = PIL.Image.merge(\"YCbCr\", (out_img_y, out_img_cb, out_img_cr)).convert(\n",
    "        \"RGB\"\n",
    "    )\n",
    "    return out_img\n",
    "\n",
    "\n",
    "def apply(input, output, scale):\n",
    "    checkpoint_filepath = \"tmp/checkpoint\"\n",
    "    model = M.get_model()\n",
    "    model.load_weights(checkpoint_filepath)\n",
    "\n",
    "    org_img = load_img(input)\n",
    "    scaled_img = upscale_image(model, org_img)\n",
    "    if scale < 3.:\n",
    "        factor = scale / 3.\n",
    "        scaled_img = scaled_img.resize((int(scaled_img.size[0] * factor), int(scaled_img.size[1] * factor)),\n",
    "                                       PIL.Image.BICUBIC)\n",
    "    scaled_img.save(output)\n",
    "\n",
    "if __name__ == '__main__':\n",
    "    parser = argparse.ArgumentParser()\n",
    "    parser.add_argument('-input', type=str, required=True, help='input image')\n",
    "    parser.add_argument('-scale', type=float, default=3., help='scale factor[1,3]')\n",
    "    parser.add_argument('-output', type=str, default='output.jpg', help='output image, default: output.jpg')\n",
    "    args = parser.parse_args()\n",
    "    sf = args.scale\n",
    "    output_img = args.output\n",
    "    input_img = args.input\n",
    "\n",
    "    if sf < 1:\n",
    "        sf = 1.\n",
    "    elif sf > 3:\n",
    "        sf = 3.\n",
    "\n",
    "    apply(input_img, output_img, sf)"
   ]
  }
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